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Journal ArticleDOI

Interfacial turbulence: Hydrodynamic instability and the marangoni effect

C.V. Sternling, +1 more
- 01 Dec 1959 - 
- Vol. 5, Iss: 4, pp 514-523
TLDR
In this article, a simplified mathematical model has been analyzed in order to detail the mechanism of the "interfacial engine" which supplies the mechanical energy of interfacial turbulence, which is a manifestation of hydrodynamic instability, touched off by ever present, small, random fluctuations about the interface.
Abstract
The origin of interfacial turbulence, spontaneous agitation of the interface between two unequilibrated liquids, has been explained in terms of classical flow, diffusion, and surface processes. The essence of the explanation is the long-known though much neglected Marangoni effect, wherein movement in an interface is caused by longitudinal variations of interfacial tension. It is proposed that interfacial turbulence is a manifestation of hydrodynamic instability, which is touched off by ever present, small, random fluctuations about the interface. A simplified mathematical model has been analyzed in order to detail the mechanism of the “interfacial engine” which supplies the mechanical energy of interfacial turbulence. In its present form the analysis incorporates several drastic simplifications, though ways of removing some of these have been suggested. The groundwork has been laid for the more elaborate analyses that are needed for a decisive test of the theory. The analysis shows how some systems may be stable with solute transfer in one direction yet unstable with transfer in the opposite direction, a striking result. It also suggests that interfacial turbulence is usually promoted by (1) solute transfer out of the phase of higher viscosity, (2) solute transfer out of the phase in which its diffusivity is lower, (3) large differences in kinematic viscosity and solute diffusivity between the two phases, (4) steep concentration gradients near the interface, (5) interfacial tension highly sensitive to solute concentration, (6) low viscosities and diffusivities in both phases, (7) absence of surface-active agents, and (8) interfaces of large extent. That some of these effects have been observed in the laboratory lends credence to the theory.

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Journal ArticleDOI

Nonlinear spontaneous oscillations at the liquid/liquid interface produced by surfactant dissolution in the bulk phase.

TL;DR: The presented results allow the conclusion that auto-oscillations at the air/liquid and liquid/liquid interfaces are governed by very similar mechanisms but their characteristics are strongly dependent on the properties of the two contacting media, in particular, on the surfactant partition coefficient.

The Interplay of Superconducting Quantum Circuits and Propagating Microwave States

Jan Goetz
TL;DR: In this article, the interplay of superconducting quantum circuits and fundamental properties of microwave states was studied and the super-Poissonian photon statistics of weak thermal microwaves were obtained using nearquantum-limited amplifiers.
Journal ArticleDOI

Relaxation oscillations of solutal Marangoni convection at curved interfaces

TL;DR: In this paper, a 2D Hele-Shaw simulation based on a diffuse-interface model is used to reproduce the relaxation oscillations observed experimentally, where the presence of interfacial curvature is assumed to impose additional gradients of inter-surface tension.
Journal ArticleDOI

Stability of thin evaporating/condensing films in the presence of surfactants

TL;DR: In this article, a new equation for the evolution of film thickness is presented, which, in addition to van der Waals dispersive forces and surface tension, includes flow effects arising from surface tension gradients.
Journal ArticleDOI

Characterisation of 3D porous macrostructure of hollow fibre membranes using X-ray tomography-effects of some spinning process conditions

TL;DR: In this paper, an X-ray-tomography system was used to image the 3D porous structure of hollow fibre membranes with a spatial resolution of one micron, and the analysis tools have been developed to accurately characterise them acrovoid shapes and spatial distribution on the membrane outer and inner skins as a function of some of the spinning process conditions (concentration of solvent into the bore and airgap length)
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